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Graphing • Ch18: RATIONAL FUNCTIONS (m = n) Ep.2
Graphing • Ch18: RATIONAL FUNCTIONS (m＜n)
Graphing • Ch18: RATIONAL FUNCTIONS (m=n)
Graphing w/Transformations • Ch16: TANGENT
Graphing w/Transformations • Ch11: POLYNOMIALS
Graphing w/Transformations • Ch10: 1/x² THE VOLCANO
Graphing w/Transformations • Ch9: RECIPROCAL
Graphing w/Transformations • Ch8: LOGARITHMIC
Graphing w/Transformations • Ch5: SQUARE ROOT
Solve √(3)cos𝜃cot𝜃 − cos𝜃 = 0...on the interval [0,2π).
Solve 8sec²𝜃 − 16 =0... on the interval [0,2𝜋).
Trig with Pythagorean Triples & Special Right Triangles
Pythagorean Triples & Right Triangle Trig.
Solve: (𝑥−2)²/³＝9 ← Eq. w/Rational Exponent (Radical Eq.)
Solve: 4(3−𝑥)⁴/³−5＝59 ← Eq. w/Rational Exponent (Radical Eq.)
Solve: 2＋√(3𝑥− 2)＝4 ← Square Root (Radical) Equation
Solve: √ (𝑥 − 3) ＋ 5 ＝ 𝑥 ← Radical Equation
Solve: 3/𝑥 ＝ 12/(𝑥＋7) ← Rational Equation
Solve: 2/(𝑥−1)＝(𝑥＋4)/3 ← Rational Equation
Determine # & type of solutions w/the discriminant; 𝑥²−5𝑥＋10＝0
Convert Vertex Form to Standard Form; 𝑦＝3(𝑥＋1)²−4
Projectile Word Prob, Max Height; ℎ＝−16𝑡²＋28𝑡＋6
Graph: 𝑦＝3(𝑥＋2)²−5
Graph the polynomial 𝑦＝𝑥⁴ − 10𝑥²＋9.
